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Comparison Between Hypertrophic Scars, Keloids, and Striae (Continued) Hypertrophic Scars Preferred treatment: Intralesional TAC or laser therapy 595-nm PDL, with uences 5 10 J/cm2, spot size 2 10 mm, pulse duration 450 s2 Keloids Striae

This integral relationship must hold for all nonnegative Y0 and arbitrarily small dY In addition, for x N (0, 2 ) we have px (v) = px ( v); therefore, py (Y ) =

true if the track is from a gapless album (one set to play without gaps between songs), false if it is from a regular album The music genre of the track The grouping for the track Grouping is a text tag you can enter in the Grouping field of the Info tab of the Item Information dialog box to create subgenres An integer giving the track s unique ID within iTunes on your Mac for example, 30394 The track s index number in its current context for example, 19 when it s the 19th track in a playlist The file type of the track for example, AAC Audio File This property is read-only The long description of the track, if any is applied The lyrics of the track, if they are in the file The date and time you last modified the track This property is read-only The name of the track The hexadecimal string that uniquely identifies this track within iTunes for example, 6CC5C362D387BB32 An integer indicating how many times the track has been played from start to end true if this track is a podcast episode, false if it is not An integer giving the rating of the track, from 0 (no stars) to 100 (five stars) The rating kind used for the track: user for a rating you ve applied, computer for a rating your Mac has applied This property is read-only The release date for the track, if available This property is read-only An integer giving the track s sample rate in hertz (Hz) for example, 44100 for the CD-standard 441 kHz sample rate An integer giving the season number of the track (for TV shows) true if the track is marked for inclusion in shuffling, false if it is not (In the user interface, select the Skip When Shuffling check box on the Options tab of the Item Information dialog box to exclude a track from shuffling) An integer indicating how many times you ve skipped this track The date and time you last skipped the track The name of the show from which the track comes.

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This density does not have the form of eqn (414); therefore, y is not a Gaussian random variable In general, nonlinear transformations of Gaussian random variables do not result in Gaussian random variables

Navigation systems frequently involve multiple random variables For ex ample, a vector of simultaneous measurements y might be modeled as y =y+ where y represents the signal portion of the measurement and represents a vector of random measurement errors In the case of multiple random variables, we are often concerned with how the values of the elements of the random vector relate to each other When the values are related, then one of the random variables may be useful for estimating the value of the other Important questions include: how to quantify the interrelation between random variables, how to optimally estimate the value of one random variable when the value of the other is known, and how to quantify the accuracy of the estimate In this type of analysis, the multivariate density and distribution and the second order statistics referred to as correlation and covariance are important The discussion of basic properties will focus on two random variables, but the concepts extend directly to higher dimensional vectors

id index kind long description lyrics modification date name persistent id played count podcast rating rating kind release date sample rate season number shufflable

Let v and w be random variables The joint probability distribution function of v and w is Fvw (V, W ) = P {v V and w W } The joint distribution has the following properties: Fvw (V, W ) [0, 1] Fvw (V, ) = Fvw ( , W ) = 0 Fvw ( , ) = 1 Fvw (V, ) = Fv (V )

Table 12-1 Properties of the track Object (continued)

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